| Solution 7 | |
| Current Dividend | $ 5.00 |
| Rate of return | 18.00% |
| Growth Rate | -5.00% |
| Share Price at horizon | =Current Dividend*(1+Growth rate)/(Rate of return-Growth Rate) |
| Share Price at horizon | =5*(1+-0.05)/(0.18--0.05) |
| Share Price at horizon | $ 20.65 |
Solution 8:
| Current Dividend | $ 5.00 | ||||
| Rate of return | R | ||||
| Growth Rate | 6.00% | ||||
| Share Price at horizon | =Current Dividend*(1+Growth rate)/(Rate of return-Growth Rate) | ||||
| 50 | =5*(1+0.06)/(R-0.06) | ||||
| 50*(R-6%) | =5*(1+0.06) | ||||
| 50*(R-6%) | $ 5.30 | ||||
| R-6%= | 5.30/50 | ||||
| R-6%= | 10.60% | ||||
| R= | 16.60% | ||||
| Next dividend= | 5.3 | ||||
| Share price= | 50 | ||||
| Dividend yield= | Next dividend/Share price | ||||
| Dividend yield= | 5.30/50 | ||||
| Dividend yield= | 10.60% | ||||
| Share price after 1 year | =5.3*(1+0.06)/(16.60%-0.06) | ||||
| Share price after 1 year | $ 53.00 | ||||
| Capital gain yield= | (Share price after 1 year - Current price)/Current price | ||||
| Capital gain yield= | (53-50)/50 | ||||
| Capital gain yield= | 6.00% |
show all work 7. A share of common stock has an expected long-run constant dividend growth...
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